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Jati Sengupta

Dynamics of Industry Growth


2012. 2014. x, 178 S. 235 mm
Verlag/Jahr: SPRINGER, BERLIN; SPRINGER NEW YORK; SPRINGER 2014
ISBN: 1-489-98622-7 (1489986227)
Neue ISBN: 978-1-489-98622-1 (9781489986221)

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Evolving industries are deemed essential for economic growth, but can also collapse when ill-judged decisions are made on the basis of incomplete information. This extension of the Schumpeterian approach introduces a stochastic model of industry life cycles.
Economic growth of a country depends on its industries. The focus of modern growth theory is basically macroeconomics, although neoclassical models use competitive markets and the optimization behavior of households and firms in general equilibrium framework. The emphasis here is on industry growth, where the microfoundations of industry are analyzed in terms of economic efficiency. The various linkages which link firm growth with the industry growth are discerned here under various market structures both competitive and monopolistic. The role of information in facilitating market signals and allowing the adoption of new processes has been especially emphasized in this volume. Many issues of market failure and the suboptimality of competitive equilibria are due to incomplete and imperfect information structures and we need a comprehensive theory of information structures underlying the process of industry growth and its dynamics. This book will be of interest to economists studying economic and industry growth and innovation.
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_1.Theory of Industry Growth.- 2. A Pareto Model of Efficiency Dynamics.- 3. Market Dynamics and Growth.- 4. Market Rivalry and Interdependence.- 5. Technology and Innovations.- 6. Industry Evolution Mechanisms.- 7. Information and Efficiency.
"This book deals with the dynamics of industry growth, from both a micro and a macro perspective. It is structured in seven chapters. ... In summary, the text could be useful as a complementary reference for those interested in the growth of industry and innovation." (Manuel A. Gómez, Mathematical Reviews, June, 2015)